MATH-5330 (3) Fourier Analysis

The notion of Fourier analysis, via series and integrals, of periodic and nonperiodic phenomena is central to many areas of mathematics. Develops the Fourier theory in depth, and considers such special topics and applications as wavelets, Fast Fourier Transforms, seismology, digital signal processing, differential equations, and Fourier optics. Instructor consent required for undergraduates. Department enforced prereq., MATH 4001. Same as MATH 4330. Requisites: Restricted to graduate students only.